THE FRACTAL SIMULATION IMAGE OF ATOM OF SILICON IN MICROELECTRONICS

The effect of fractal theory describes roughness and irregular geometric shapes in the nature or in non-linear system. In recent years fractal theory is extensively applied to many fields, such as mathematics, physics, chemistry, geography, earthquake and astronomy, computer science. In this paper, Visual C++ language is used to simulate fractal trees, snowflakes and cracks because of good use interface and strong computer programming technology. The parameter of the fractal graphics, such as recursive degree, length and rotation angle, can be modified by using the parameter dialogue box in order to obtain various fractal graphs. This paper focuses on the algorithm study of fractal simulation graphs.

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Fractal Dimension of Al(OH)3 Particle and Fractal Simulation of Boundary Micro-Topography

Key Engineering Materials ◽

10.4028/www.scientific.net/kem.336-338.2402 ◽

2007 ◽

Vol 336-338 ◽

pp. 2402-2405

Author(s):

Guo Sheng Gai ◽

Jin Ping Li ◽

Zhou Shun Zheng ◽

Xiang Yang Hao ◽

Yu Fen Yang

Keyword(s):

Image Processing ◽

Fractal Dimension ◽

Electron Microscope ◽

Applied Method ◽

Box Counting ◽

Research Objects ◽

Processing Software ◽

Image Processing Software ◽

Fractal Simulation ◽

Micro Topography

Based on the fractal theories, using image processing software (IPS) to handle the scan electron microscope photos of particles, this paper gives a simple and applied method to pick up the boundary line’s fractal dimension (FD) of particles’ projective numerical images. Take example for Al(OH)3 material particles, adopting respectively relative Box-counting (BC) method and relative C-S method, we have calculated the boundary FD values of the research objects and compared FD with other quantitative token parameters, which shows FD is a sort of more refined quantitative token parameter. Finally, utilizing the method of Generator, we get some fractal figures which have nearly same FD values with Al(OH)3 material particles, utilizing that we can simulate and analyze the complexity of the boundary and surface micro-topography of Al(OH)3 material particles.

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Application of Lévy Random Fractal Simulation Techniques in Modelling Reservoir Mechanisms in the Kuparuk River Field, North Slope, Alaska

10.2118/39739-ms ◽

1998 ◽

Author(s):

Gerard C. Gaynor ◽

Eric Y. Chang ◽

Scott L. Painter ◽

Lincoln Paterson

Keyword(s):

North Slope ◽

Simulation Techniques ◽

Random Fractal ◽

Kuparuk River ◽

Fractal Simulation

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Fractal modeling and cluster analysis of social processes in Russia, 17th – 20th centuries

Historical research in the context of data science: Information resources, analytical methods and digital technologies ◽

10.29003/m1788.978-5-317-06529-4/48-56 ◽

2020 ◽

Author(s):

D Zhukov ◽

◽

V. Kanishchev ◽

S. Lyamin

Keyword(s):

Cluster Analysis ◽

Effective Means ◽

Social Processes ◽

Historical Research ◽

Fractal Modeling ◽

Demographic Processes ◽

History Of ◽

And Cluster Analysis ◽

Fractal Simulation ◽

Research Tools

The article is devoted to the heuristic possibilities of fractal simulation and cluster analysis in historical research. The authors presented examples of the application of these research tools to the study of historical demographic processes (XIX–XX centuries), to the history of the frontier (XVII – XIX centuries). The authors concluded that the mentioned toolkit is an effective means of typing objects.

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